(a) Evaluate and locate the distinct solutions to (w)4 =-1. (b) Evaluate and locate the distinct solutions to (w-(1+j2))5 = (32/√2)(1+j). (c) Sketch the solution to w-2j] = 3. (d) Graph the magnitude and phase of w(t) = (1+t)et for (-10 ≤t≤ 10).

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Using the complex plane:
(a) Evaluate and locate the distinct solutions to (w)4 =-1.
(b) Evaluate and locate the distinct solutions to (w-(1+j2))5 = (32//2)(1+j).
(c) Sketch the solution to |w-2j| = 3.
(d) Graph the magnitude and phase of w(t) = (1+t)e* for (-10 <t< 10).
Transcribed Image Text:Q2 Using the complex plane: (a) Evaluate and locate the distinct solutions to (w)4 =-1. (b) Evaluate and locate the distinct solutions to (w-(1+j2))5 = (32//2)(1+j). (c) Sketch the solution to |w-2j| = 3. (d) Graph the magnitude and phase of w(t) = (1+t)e* for (-10 <t< 10).
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